You are fascinated by the equation .
You know by heart the first fifty digits of
You have tried to prove Fermat's Last Theorem.
You know ten ways to prove Pythagoras' Theorem.
Your telephone number is the sum of two prime numbers.
You have calculated that the World Series actually diverges.
You are sure that differential equations are very useful tool.
You comment to your wife or girl friend/ boy friend that her/his hair is nice and parallel.
When you say to a car dealer, "I'll take the red car or the blue one," you must add " but not both of them."
Easy Math Editor
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2^{34}
a_{i-1}
\frac{2}{3}
\sqrt{2}
\sum_{i=1}^3
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Comments
My phone number isn't the sum of two prime numbers. It is a prime number.
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So, you've memorised a ten digit prime
@Amrita Roychowdhury you too. Q
Well, I disagree with you, sorry!
Nice compilation , I must say!
Well for me , I think it's :
Yes for 3,4,5,7
No for 1,2,6,9
No comments for :8
But I really don't mind what the criteria is , I know I am a great fan of Mathematics !!
1 is true for me. No for the rest 8.
I have sign(s) -
And I don't have sign(s) -
Are these enough signs to come to any conclusion???
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5. Are you sure?
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In our country, phone numbers are 10 digit numbers and the Goldbach conjecture has been verified upto 10^17
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4×1018 (as verified by Wikipedia).
No, Goldbach's Conjecture has been verified uptoAnd I wonder if someone in this world has got the number 3325581707333960528?
You might be a mathematician if it's Year 2015, you can't help but devise a million math problems that involve the number 2015. Do a Brilliant search on "2015" and see what happens.
Yes, 51 :P
Yes, foolishly though
Nope, I know 3 or 4, maybe
Nope, it is the sum of three primes
Nope
Yes, of course.
Nope, I don't have any
Nope, I've never talked to car dealer.
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You know 51 digits of π, really?cool!
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Yeah, it is of no use though :P
Thanks for crushing my every hope of being a mathematician. I will now hate you for the rest of my life.